(hκ : ∀ i, 0 ≤ κ i) (x : maxDom (fockSym κ)) : |commForm (fockH hκ) (diagMax (fockSym κ)) x| ≤ (∑ i, (2 * κ i + 4 * κ i ^ 2)) * quadForm (diagMax (fockSym κ)) x

Initializing...

(hκ : ∀ i, 0 ≤ κ i) (x : maxDom (fockSym κ)) : |commForm (fockH hκ) (diagMax (fockSym κ)) x| ≤ (∑ i, (2 * κ i + 4 * κ i ^ 2)) * quadForm (diagMax (fockSym κ)) x · Prove2Me